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You have the following loans/debts: Loan Interest Rate (Nominal) Payment (monthly) Remaining Payments Current Balance Car 9% $288.95 37 payments $9,305.71 Student 5.4% $353.08 108
You have the following loans/debts:
Loan | Interest Rate (Nominal) | Payment (monthly) | Remaining Payments | Current Balance |
Car | 9% | $288.95 | 37 payments | $9,305.71 |
Student | 5.4% | $353.08 | 108 payments | $30,148.89 |
Mortgage | 7.35% | $1,104.29 | 19 years | $135,486.40 |
Total: | $174,941 |
Would you rather...? Option A: Consolidate your three separate loans and refinance by taking out a new 19- year loan at 7.25%, borrowing enough money to pay off all three existing loans?
Option B: Consolidate your three separate loans and refinance by taking out a new 30- year loan at 5.3%, borrowing enough money to pay off all three existing loans?
Explain your reasoning mathematically.
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